A typical human erythrocyte has a volume of about 90 fL (femtoliters), and red blood cells make up approx. 40% of blood volume.How many red blood cells are present in 1 mL of blood?-Seriously, simple
I need a little help with this problem...
If lim x->1 (f(x)-8)/(x-1)=10, find lim x->1 f(x)
The answer is 8 according to the back of the book, but I have no clue how to arrive at that number. Please
A curve is given by
3x^2 +3y^2 + 2xy − 2x − 2y = 0
what is the tangent to this curve at (0,0)
Is it y=-x?
Thanks in advance for answering-Lets find out
3x^2 + 3y^2 + 2xy - 2x - 2y = 0
6x * dx + 6
I know this should be easy, but Im really having trouble. Im not understanding how many zeros are needed when converting to micro or nano. I mean are u suppose to have all six zeros for mirco or all n
F)
x: -2,-1,0,1,2
y: -5,-2,1,4,7
G)
x: -2,-1,0,1,2
y: 5,2,-1,-4,-7
H)
x:-2,-1,0,1,2
y: 7,4,1,-2,-5
J)
x:-2,-1,0,1,2
y: -7,-4,-1,2,5-y=-3x+1
x=0, y=1
only F and H need to solve
x=1, y= -2
only H an
I would look in the book but its a worksheet and i dont know what lesson it is.-x/2 + 5x/6 = 16
3x/6 + 5x/6 = 16
(3x + 5x)/6 = 16
8x/6 = 16
8x = 96
x = 12-1- Multiply the left and the right parts
the question says solve by factoring, and the equation is b^2-b-20=0, with b being a variable and the ^2 meaning squared. i already factored the equation (i think) fully or half way, with my answer be
i remember some steps but i cant finish it...
show steps please?-√-16√-169 = (4i)(13i) = 52i² = 52(–1) = –52-The results are imaginary numbers. You cant square root a negative number.
Your answers wi
A roll of adhesive tape is wound round a central cylindrical core of radius 3cm. the outer radius of a roll containing 20m of tape is 4cm. Approximately, what is the outer radius of a roll containing
I dont know what to do please help
-1 1/4
n+17
-1 1/3
Q-1 1/3>-2 1/2-I am assuming that it is a letter T before number 3 in your 1st question so, just place the numbers on one side and the letters o
y=x^2 to y= (x+3)^2 -2show me the steps
Thank You:)-Because the +3 you do the opposite of it and go -3 on the y axis since its in parenthesis and since -2 isnt you just go down 2
Let D = R^2 / {(0.0)} and f : D > R be given by
f(x; y) = 1 - cos(x^2 - y^2)/(x^2 + y^2)^2 :
Show that lim f(x; y) does not exist.-If you approach along the x axis (y=0), you get
Lim (as x approache